How do you order the following from least to greatest $\sqrt{3}, 1.23, 1.5, 1.58, 0$ $sqrt3, 1.23, 1.5, 1.58, 0$ ?

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Answer 1 · 2016-08-28T09:42:15

If you write $\sqrt{3} ≅ 1.73$ $sqrt3~=1.73$ will that help you?

The order is clear given the approximation. $\sqrt{3} ≅ 1.73$ $sqrt3~=1.73$ has the greatest numerical value.

Answer 2 · 2016-08-28T09:43:48

Least to greatest are $0, 1.23, 1.5, 1.58, \sqrt{3}$ $0, 1.23, 1.5, 1.58, sqrt3$

$\sqrt{3} = 1.732$ $sqrt3=1.732$

Least to greatest are $0, 1.23, 1.5, 1.58, \sqrt{3}$ $0, 1.23, 1.5, 1.58, sqrt3$

How do you order the following from least to greatest sqrt3, 1.23, 1.5, 1.58, 0√3,1.23,1.5,1.58,0sqrt3, 1.23, 1.5, 1.58, 0?